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tester [92]
1 year ago
12

Suppose an unlevered firm issues $1000 in debt at a cost of debt of 10%. If the corporate tax rate is 20%, what is the change in

the firm's value?
Business
1 answer:
Strike441 [17]1 year ago
3 0

Suppose an unlevered firm issues $1000 in debt at a cost of debt of 10%. If the corporate tax rate is 20%, $200 t is the change in the firm's value.

Due to the issue of the corporate tax rate is entitled to Interest Tax Shield assuming Debt issued by the firm is perpetual and ignoring financial distress costs

Change in Value of firm

=Net Effect of Debt Financing

=Present Value of Interest Tax Shield (financial distress costs ignored)

= DebtValue * Cost of Debt * Tax Rate Interest Rate

= $1,000 * 10% * 20% 10%

=$200,

corporate tax rate, also known as corporate income tax or corporate tax, is a direct tax levied on the income or capital of a corporation or similar corporation. Many countries impose such taxes at the national level, and similar taxes may be levied at the state or local level.

Learn more about tax rate here: brainly.com/question/25791968

#SPJ4

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At Creighton Company, the following errors were discovered after the transactions had been journalized and posted.1. A collectio
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Answer:

The correction entries shall be as follows,

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 Explanation:

1. The service revenue account was overstated and customer account understated. therefore by debiting service revenue and by crediting customer account, both have been restated at their actual position.

2. The accounts payable was overstated by $ 340 (1,180-1520).it is rectified by debiting with $ 340. Whereas the supplies account was wrongly debited therefore that impact of $1,520 reversed and actual store purchases debited with actual amount of $1,180

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3 years ago
A perpetuity will pay $300 per year, starting five years after the perpetuity is purchased. is purchased. What is the present va
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Answer:

present value of perpetuity = $29615.93

Explanation:

given data

pay = $300 per year

interest rate = 3%

solution

we get here present value payment after 5 year is

present value = \frac{future\ value}{1+ discount\ rate } ...........1

present value = \frac{1000}{(1+0.03)^5}

present value = $862.60

and

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present value = \frac{862.60}{0.03}

present value = $28753.33

and

present value of perpetuity is

present value of perpetuity =  $862.60 + $28753.33

present value of perpetuity = $29615.93

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